Rishon constituents of higher-generation leptons and a global conservation law
β Scribed by S. N. Das
- Publisher
- Springer
- Year
- 1986
- Tongue
- English
- Weight
- 320 KB
- Volume
- 25
- Category
- Article
- ISSN
- 0020-7748
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
We introduce higher-dimensional Dedekind sums with a complex parameter z, generalizing Zagier's higher-dimensional Dedekind sums. The sums tend to Zagier's higher-dimensional Dedekind sums as z β β. We show that the sums turn out to be generating functions of higher-dimensional Apostol-Zagier sums w
In the 1920s Hecke posed the problem of providing the analytic proof of the reciprocity law for the \(m\) th power residue symbol, along the same lines as his proof of relative quadratic reciprocity. We show that a naive approach, based on a suggestive way of generalizing Hecke \(\vartheta\)-functio
Arjan vat, dez SCHAFT Res'Fted ] July 1911 tum~ tern 141hoot a IΒ’'ra~ IΒ’~m) H\*.~ to~trt t31~ laknoOw-'.to o In [he context o| r,onllne~r Hamiltonhn sys-wi~ul ~te~ta] fo~ the stpdy of.sT~ trh= is a ~ imp,:rtmtt ,rod eisbo~ted issue (cf. [1,2 D. "i'he main reason for thΒ’ unport~ace of ~mmetti~ tt tha